Piggy Bank

Algebra Level 1

Peter has six times as many dimes as quarters in her piggy bank. She has 21 coins in her piggy bank totaling $2.55

How many of each type of coin does she have?

5 quarters and 15 dimes 3 quarters and 12 dimes 5 quarters and 14 dimes 3 quarters and 18 dimes

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1 solution

Chris Hambacher
May 19, 2014

So, you know she had six times as many dimes as quarters in her piggy bank. This means she has 6 x 6x dimes and x x quarters. The total amount of coins she has is 6 x + x 6x+x , or 7 x 7x . The problem states that she has 21 coins, so 7 x = 21 7x=21 . Solving, you find x = 3 x=3 . This means she has 3 q u a r t e r s a n d 18 d i m e s \boxed { 3quartersand18dimes } .

That's right. Chris..!!

Prerna Chadha - 7 years ago

I'll tell you the most easiest way. Only one option is totalling 21 coins. So choose that option!!!!!!!!!!!!!!

Anuj Shikarkhane - 6 years, 11 months ago

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